Fractal-based modeling and spatial analysis of urban form and growth: a case study of Shenzhen in China
Xiaoming Man, Yanguang Chen

TL;DR
This study analyzes Shenzhen's urban growth using fractal dimension modeling, revealing a logistic growth pattern similar to Western cities and indicating land resource limits, with differences from northern Chinese cities.
Contribution
It applies fractal analysis and logistic modeling to Shenzhen's urban growth, demonstrating a common growth pattern and highlighting regional differences in Chinese urban evolution.
Findings
Fractal structure of Shenzhen's urban form is evident.
Fractal dimension growth follows a logistic function.
Urban growth peaked before 1986, nearing capacity.
Abstract
Fractal dimension curves of urban growth can be modeled with sigmoid functions, including logistic function and quadratic logistic function. Different types of logistic functions indicate different spatial dynamics. The fractal dimension curves of urban growth in western countries follows the common logistic function, while these curves of cities in northern China follows quadratic logistic function. Now we want to know whether all Chinese cities follow the same rules of urban evolution. This paper is devoted to exploring the fractals and fractal dimension properties of the city of Shenzhen in southern China. The urban region is divided into four subareas, ArcGIS technology, box-counting method is adopted to extract spatial datasets, and the least squares regression is employed to estimate fractal parameters. The results show that: (1) The urban form of Shenzhen city has clear fractal…
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